let a=[3 7 2 5] and b=[6 8 7 9]verify (ab)^-1=b^-1a^-1]|determinants|matrices|ncert|solution|2023-24

Published 1 year ago • 5.8K plays • Length 6:52

Download video MP4
Download video MP3

Similar videos

6:39

let `a=[3 7 2 5]` and `b=[6 8 7 9]` . verify that `(a b)^(-1)=b^(-1)a^(-1)` ....
6:24

let a=[3 1 -1 2] show that a^2-5a 7i=0. hence find a^-1|determinants|matrices|ncert|solution|2023-24
0:34

human calculator solves world’s longest math problem #shorts
2:32

find inverse of the matrix (if it exists) [ 2 -2 4 3 ]|determinants|matrices|ncert|solutions|2023-24
10:28

if a =[2 -1 1 -1 2 -1 1 -1 2] verify that a^3-6a^2 9a-4i=0 a^-1 |determinants|matrices|ncert|2023-24
8:02

if a=[-1 2 3 5 7 9 -2 1 1] &b=[-4 1 -5 1 2 0 1 verify (a b)'=a' b' &(a-b)'=a'-b'|cbse|ncert|matrices
1:01

jee advanced result 2022 | live student reaction | air 4376 | vedantu masters
3:14

how to distribute 10liter into 5 liter each with help to three container 10liter, 7liter and 3liter?
7:39

prove that the product of invertible matrices is invertible and (ab)^(-1) = b^(-1)a^(-1)
0:13

albert einstein doing physics | very rare video footage #shorts
3:48

if a=[1 2 4 2] then show that |2a|=4|a|; determinants; |ncert|ex 4.1|2023-24|cbse|12|latest syllabus
8:06

for the matrices a and b, verify that (ab)'=b'a', where a=[1 -4 3], b=[-1 2 1]..|cbse|ncert|matrices
3:31

find adjoint of the matrix [1 -1 2 2 3 5 -2 0 1]|determinants|matrices|ncert|solutions|2023-24|cbse
10:25

let matrix a=[2 4 3 2],b=[1 3 -2 5],c=[-2 5 3 4] find a b, a-b, 3a-c, ab, ba|ncert|cbse|term|2022-23
7:57

how to measure 5 litres using 10l, 7l and 3l vessels ? || solution explained
0:33

solve each equation. 2 a-3.3=7 a-5.2
3:58

verify a (adj a)=(adj a)a=|a|i[2 3 -4 -6]|determinants|matrices|ncert|solutions|2023-24|cbse|
3:12

for the matrix a=[3 2 1 1] find numbers a and b such that a^2 aa bi=0]|determinants|matrices|ncert
0:20

1st yr. vs final yr. mbbs student 🔥🤯#shorts #neet
2:21

if a'=[-2 3 1 2] &b=[-1 0 1 2] then find (a 2b)'|cbse|ncert|matrices|12|saq|practice|solutions

Clip.africa.com - Privacy-policy